GMAT老师: 李泽宇 前香港汇丰银行联席总监,ESSEC&芝加哥大学MBA

授课老师: 李泽宇

2015 至今: 本质教育创始人

2010-2016: 股票衍生品交易员(联席总监),汇丰银行

在法国ESSEC商学院和芝加哥大学布斯商学院学习后获得MBA学位

曾在巴黎MBA Center教授GMAT课程,也曾在新东方教授 GMAT, GRE和TOEFL课程,本质教育高中/初中数学首席授课老师

第一次GMAT成绩:760/800

学员去向

请选择你想就读的MBA,了解申请所需GMAT分数

其它硕士或博士课程通常需要更高的GMAT分数
 
平均分数: 
 
推荐分数: 
 

互动直播课程介绍

保700分 (未达目标有效期内无限制上直播课+回放)
RMB 15,000元(400元/小时,早鸟优惠:2,000元)
互动直播课程+视频回放

30小时互动直播课程-由李泽宇老师亲自教授

帮助你实现以下目标:

作文:5.5 - 6分

阅读理解: 100%正确

逻辑推理: 100%正确

句子改错: 90%正确

数学: 100%正确

直播课程回放:

随时随地,反复学习

*学员不能将本质教育所提供的学习资料(包括但不限于账号/视频/电子文件等)转借或出售给他人使用,一经发现,本质教育有权中止课程且不退还费用,并保留采取进一步法律行动的权利。如购课时间超过一周,不提供退费服务

示例课程

Math Question:

In the correctly worked computation below, A, B, C, and D represent distinct nonzero digits. What is the value of A + B + C + D?

(A) 14

(B) 16

(C) 18

(D) 20

(E) It cannot be determined from the information given.

学生反馈

Zijun – 就读于杜克大学

GMAT成绩:750


William – 就职于高盛

GMAT成绩:740

Nick – 就读于UCLA

GMAT成绩:740


Frank – 就职于普华永道

GMAT成绩:730(美国西北大学凯洛格商学院MBA录取)


Jason – 就职于Credit Suisse(瑞信)

GMAT成绩:710


Helen

GMAT成绩:730


课程时间表

课程内容

授课老师

课程类型

GMAT AWA And Introduction To Formal Logic 1+General Principles To Conquer GMAT

How to get 5.5 -6 in GMAT AWA? Do you need to have perfect English writing skills to achieve that? What is the formal logic knowledge that is linking the whole GMAT verbal? How to utilize it to solve problems in reality? What are the key factors that determine your GMAT score? You have all the answers here!

李泽宇

直播
有回放

GMAT AWA And Introduction To Formal Logic 2

How to get 5.5 -6 in GMAT AWA? Do you need to have perfect English writing skills to achieve that? What is the formal logic knowledge that is linking the whole GMAT verbal? How to utilize it to solve problems in reality? What are the key factors that determine your GMAT score? You have all the answers here!

李泽宇

直播
有回放

Reading Comprehension And Zeyu's Reading Method

Why you cannot finish GMAT reading questions in time? Why you have many mistakes in this session? In the course, we will tell you the answers of these two questions and will show you Zeyu's reading method to conquer GMAT reading, i.e. solve all questions correctly and timely!

李泽宇

直播
有回放

GMAT Critical Reasoning (Review Of Formal Logic)

Confused by the explanations provided by many other institutions? Failing too many questions? Here, we will firstly review the formal logic knowledge we learnt in AWA and then reveal to you the true definition of weakening, assumption, support, evaluation and so on to help you solve ALL critical reasoning questions correctly and timely!

李泽宇

直播
有回放

GMAT Sentence Correction 1

Have you applied some of the grammatical rules you learnt before or from other institutions and then failed? Let us share with you our key grammatical rules, verified though many authentic GMAT questions, to help you succeed in SC. We will also share with you the important idioms we summarized.

李泽宇

直播
有回放

GMAT Sentence Correction 2

Have you applied some of the grammatical rules you learnt before or from other institutions and then failed? Let us share with you our key grammatical rules, verified though many authentic GMAT questions, to help you succeed in SC. We will also share with you the important idioms we summarized.

李泽宇

直播
有回放

Conquering GMAT Verbal

We will review the math and talk more about Data Sufficiency (DS) questions - once the definition of sufficiency (to determine a proposition and a variable) is mastered, you can continue to apply our 3 strategies to conquer them! We will continue to talk about sentence correction and will summarize all grammatical rules!

李泽宇

直播
有回放

Conquering GMAT Math - How To Think To Solve Problems Innovatively - 1

Just cannot get 51 (the max score) in Math? No worry. We will tackle the most difficult GMAT Math questions here, for example those in Set, Counting Method, and Probability. More importantly, 3 key thinking strategies, Translation, Specification, and Pay Attention to the Purpose, will be explained to help you solve all GMAT math questions. Then we will show you also how to apply them in realistic questions, especially questions you have never seen before.

李泽宇

直播
有回放

Conquering GMAT Math - How To Think To Solve Problems Innovatively - 2

Just cannot get 51 (the max score) in Math? No worry. We will tackle the most difficult GMAT Math questions here, for example those in Set, Counting Method, and Probability. More importantly, 3 key thinking strategies, Translation, Specification, and Pay Attention to the Purpose, will be explained to help you solve all GMAT math questions. Then we will show you also how to apply them in realistic questions, especially questions you have never seen before.

李泽宇

直播
有回放

Conquering GMAT Math - How To Think To Solve Problems Innovatively - 3 End Of Course

Just cannot get 51 (the max score) in Math? No worry. We will tackle the most difficult GMAT Math questions here, for example those in Set, Counting Method, and Probability. More importantly, 3 key thinking strategies, Translation, Specification, and Pay Attention to the Purpose, will be explained to help you solve all GMAT math questions. Then we will show you also how to apply them in realistic questions, especially questions you have never seen before.

李泽宇

直播
有回放

课程推荐顾问